2. «Ұшқыр ой» бөлімінде жұптық жұмыс орындалады.
Дескриптор
1.Формуланы пайдалана алады
2.Көбейткіштерге жіктей алады
3. көпмүшелерді көбейте алады
![](data:image/png;base64,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)
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«Математикалық лото»
Дескриптор
1.Формуланы пайдалана алады
2.Көбейткіштерге жіктей алады
3. көпмүшелерді көбейте алады
1.Амалды орында
3.Көпмүшені екі мүшенің кубы ретінде жаз:
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